Setting tolerances for multigrid

[Knut Erik Teigen]

Ok, I've attached two files, one with
./run -dmmg_galerkin -dmmg_nlevels 1 -ksp_type gmres -pc_type lu
-ksp_truemonitor -ksp_converged_reason > lev1 

and one with

./run -dmmg_galerkin -dmmg_nlevels 2 -ksp_type gmres -pc_type lu
-mg_levels_1_ksp_type gmres -mg_levels_1_pc_type lu
-ksp_converged_reason -ksp_truemonitor > lev2

The relative residual is 1.e-12, and I am using
KSPSetInitialGuessNonzero.
I've also printed the solution, and if you diff the two files, you can
see that there is a large difference in the third step, e.g. 71.7852 vs.
70.9845. This shouldn't happen, even with a true residual of 1.e-5?

-Knut Erik-

On Sat, 2007-06-16 at 16:56 -0500, Barry Smith wrote:
> 
> On Sat, 16 Jun 2007, Knut Erik Teigen wrote:
> 
> > On Fri, 2007-06-15 at 14:30 -0500, Barry Smith wrote:
> > >   What happens if you run the two level with -ksp_rtol 1.e-12
> > 
> > The exact same thing happens. At the third time step, the solution with
> > two levels begin to deviate from the one with one level.
> > 
> > > 
> > >   BTW: when you just change -dmmg_nlevels from 1 to 2 you are now
> > > solving a NEW problem that has twice as many points in each direction,
> > > this can also effect the time-stepping. You can use -dmmg_nlevels 2
> > > -pc_type lu to compare with the -dmmg_nlevels 2
> > 
> > I forgot to mention that I adjust the coarsest level according to the
> > number of levels, so that the finest level always contains the same
> > amount of points. I.e. with one level it is 65x129, with two 33x65 and
> > so on.
> > 
> > > 
> > >   Always verify things with a direct solver before using multigrid
> > > or any other iterative linear solver. Multigrid is ONLY an optimization
> > > (faster, less memory), debug BEFORE turning on the optimizations.
> > 
> > Yes, I've already done this. With a direct solver, I get the same
> > solution as with one level. Since multigrid is only an optimization as
> > you mention, I don't understand why the solution should be different
> > when running with two or more levels as opposed to only one.
> > Here's the output when running with -pc_type lu. As you can see, with
> > two levels, suddenly more iterations are needed for the third step.
> > 
> > -dmmg_nlevels 1
> >  Start of time loop:
> >  L-s reinit converged after   10 steps with norm  1.716E-09
> >   0 KSP preconditioned resid norm 1.366287028032e+04 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 3.325862387561e+02 true resid norm 8.783238319618e-07 ||Ae||/||Ax|| 2.772187832207e-15
> >   2 KSP preconditioned resid norm 4.237324220037e-10 true resid norm 9.365968491320e-07 ||Ae||/||Ax|| 2.956110598807e-15
> > Linear solve converged due to CONVERGED_RTOL
>     0 KSP preconditioned resid norm 1.366743784848e+04 true resid norm 3.168385551957e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 3.578541063222e+02 true resid norm 3.047639475331e-06 ||Ae||/||Ax|| 9.618903461571e-15
> >   2 KSP preconditioned resid norm 2.490853654289e-10 true resid norm 2.047397542219e-06 ||Ae||/||Ax|| 6.461958333808e-15
> > Linear solve converged due to CONVERGED_RTOL
> >   0 KSP preconditioned resid norm 1.373641039770e+04 true resid norm 4.083933364397e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 2.756300642422e+02 true resid norm 1.333942531534e-06 ||Ae||/||Ax|| 3.266318062786e-15
> >   2 KSP preconditioned resid norm 1.967864218276e-09 true resid norm 4.708778143639e-06 ||Ae||/||Ax|| 1.153000728339e-14
> > Linear solve converged due to CONVERGED_RTOL
> > 
> > -dmmg_nlevels 2
> >  Start of time loop:
> >  L-s reinit converged after   10 steps with norm  1.716E-09
> >   0 KSP preconditioned resid norm 1.366287028032e+04 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 3.325862387561e+02 true resid norm 8.783238319618e-07 ||Ae||/||Ax|| 2.772187832207e-15
> >   2 KSP preconditioned resid norm 4.237324220037e-10 true resid norm 9.365968491320e-07 ||Ae||/||Ax|| 2.956110598807e-15
> > Linear solve converged due to CONVERGED_RTOL
> >   0 KSP preconditioned resid norm 1.366743784848e+04 true resid norm 3.168385551957e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 3.578541063222e+02 true resid norm 3.047639475331e-06 ||Ae||/||Ax|| 9.618903461571e-15
> >   2 KSP preconditioned resid norm 2.490853654289e-10 true resid norm 2.047397542219e-06 ||Ae||/||Ax|| 6.461958333808e-15
> > Linear solve converged due to CONVERGED_RTOL
> >   0 KSP preconditioned resid norm 1.373641039770e+04 true resid norm 4.083933364397e+08 ||Ae||/||Ax|| 1.000000000000e+00
> >   1 KSP preconditioned resid norm 2.826990181167e+02 true resid norm 3.621921471554e+07 ||Ae||/||Ax|| 8.868708542429e-02
> >   2 KSP preconditioned resid norm 2.151728459050e+02 true resid norm 5.126312558070e+05 ||Ae||/||Ax|| 1.255239030774e-03
> >   3 KSP preconditioned resid norm 9.420491033127e+01 true resid norm 7.221320422298e+02 ||Ae||/||Ax|| 1.768226799500e-06
> > (...)
> > 118 KSP preconditioned resid norm 2.011348229632e-04 true resid norm 1.933530019765e-05 ||Ae||/||Ax|| 4.734479843920e-14
> > 119 KSP preconditioned resid norm 1.002113384828e-04 true resid norm 1.933774400466e-05 ||Ae||/||Ax|| 4.735078239337e-14
> > 120 KSP preconditioned resid norm 3.976002405523e-07 true resid norm 1.947236185243e-05 ||Ae||/||Ax|| 4.768041031762e-14
> > Linear solve converged due to CONVERGED_RTOL
> > 
> > 
> 
>   The true residuals both me, they are very big at "convergence" 1.e-5? Are you using KSPSetInitialGuessNonzero() and
> using the previous solution as initial guess?
> 
>   Run with -ksp_type gmres -pc_type lu -ksp_monitor_true_residual. I bet the converged true residual is
> much better. Send the output.
> 
>    Barry
> 
> 
> > 
> > > 
> > > 
> > >    Barry
> > > 
> > > On Fri, 15 Jun 2007, Knut Erik Teigen wrote:
> > > 
> > > > When running with those options I get this after the first timestep for
> > > > both one and two levels:
> > > > 159 KSP preconditioned resid norm 1.397494864058e-07 true resid norm
> > > > 4.996893774970e-02 ||Ae||/||Ax|| 1.577132216812e-10
> > > > Linear solve converged due to CONVERGED_RTOL
> > > > 
> > > > However, after the second timestep they start to get different.
> > > > With two levels the norm is actually lower, but still, the computation
> > > > diverges after about 6 time steps. With one level the computation runs
> > > > smoothly. Here are the numbers:
> > > > 
> > > > -dmmg_nlevels 1
> > > >   0 KSP preconditioned resid norm 1.674785901465e+02 
> > > > true resid norm 4.083933362528e+08 ||Ae||/||Ax|| 1.000000000000e+00
> > > >   1 KSP preconditioned resid norm 6.256839347623e+01 
> > > > true resid norm 4.220478752135e+07 ||Ae||/||Ax|| 1.033434774147e-01
> > > > (...)
> > > > 159 KSP preconditioned resid norm 1.318896741223e-07 
> > > > true resid norm 5.104451971417e-02 ||Ae||/||Ax|| 1.249886204866e-10
> > > > Linear solve converged due to CONVERGED_RTOL
> > > > 
> > > > -dmmg_nlevels 2
> > > >   0 KSP preconditioned resid norm 1.674785901465e+02 
> > > > true resid norm 4.083933362528e+08 ||Ae||/||Ax|| 1.000000000000e+00
> > > >   1 KSP preconditioned resid norm 6.252455641723e+01 
> > > > true resid norm 5.561545924132e+07 ||Ae||/||Ax|| 1.361811134129e-01
> > > > (...) 
> > > > 159 KSP preconditioned resid norm 1.305901659826e-07 
> > > > true resid norm 4.297164043386e-02 ||Ae||/||Ax|| 1.052212086224e-10
> > > > Linear solve converged due to CONVERGED_RTOL
> > > > 
> > > > -Knut Erik-
> > > > 
> > > > On Fri, 2007-06-15 at 10:10 -0500, Barry Smith wrote:
> > > > >   You need to make sure the linear solvers are converging properly
> > > > > before even worrying about time-stepping. Run with -ksp_monitor_true_residual
> > > > > (-ksp_truemonitor on older versions of PETSc) and -ksp_converged_reason
> > > > > 
> > > > >    Barry
> > > > > 
> > > > > 
> > > > > On Fri, 15 Jun 2007, Knut Erik Teigen wrote:
> > > > > 
> > > > > > The computation runs just fine with -dmmg_nlevels 1.
> > > > > > I use a grid of 65x129, with three levels, so that the coarsest grid is
> > > > > > 17x33. 
> > > > > > I've diffed the solutions, and they are equal for the first two time
> > > > > > steps, but then they start to differ somewhat. Here is an excerpt:
> > > > > > -dmmg_nlevels 1:
> > > > > > 65.0427492820557        65.0216231814457      64.9793945321386        
> > > > > > -dmmg_nlevels 3:
> > > > > > 65.0920864319067        65.0711253401585      65.0292265582817
> > > > > > 
> > > > > > Using 2 or 4 levels produce the same result as 3 levels.
> > > > > > 
> > > > > > -Knut Erik-
> > > > > > 
> > > > > > 
> > > > > > 
> > > > > > On Fri, 2007-06-15 at 10:21 +0200, Matthew Knepley wrote:
> > > > > > > This does not sound right to me. I think something must be
> > > > > > > configured incorrectly. All MG does is accelerate the solution
> > > > > > > of the fine grid problem. I think something must be wrong with
> > > > > > > the specification here. It is easy to check. Run with -dmmg_nlevels 1
> > > > > > > which just solves on the fine grid.
> > > > > > > 
> > > > > > >   Matt
> > > > > > > 
> > > > > > > On 6/15/07, Knut Erik Teigen <knutert at stud.ntnu.no> wrote:
> > > > > > > > Thanks, Matthew. It seems like the tolerances weren't my problem,
> > > > > > > > though. Even with a tolerance of 1e-10, the computation diverges after
> > > > > > > > only a few time steps when using multigrid. With ordinary linear
> > > > > > > > solvers, I can use a tolerance of 1e-4 and still get a satisfactory
> > > > > > > > solution.
> > > > > > > > Could it be that the Galerkin approximation for the coarser levels is
> > > > > > > > too inaccurate for my problem?
> > > > > > > >
> > > > > > > > -Knut Erik-
> > > > > > > >
> > > > > > > > On Thu, 2007-06-14 at 11:32 -0500, Matthew Knepley wrote:
> > > > > > > > > On 6/14/07, Knut Erik Teigen <knutert at stud.ntnu.no> wrote:
> > > > > > > > > > Hello,
> > > > > > > > > >
> > > > > > > > > > How do I set the tolerances for the KSP solvers when using the
> > > > > > > > > > DMMG routines without using command line arguments? It seems that
> > > > > > > > > > I can use the argument -ksp_rtol on the command line, but in the code I
> > > > > > > > > > can't use KSPSetTolerances since I don't have access to the KSP solver
> > > > > > > > > > context?
> > > > > > > > >
> > > > > > > > > You can use DMMGGetKSP() for the finest level, and dmmg[level]->ksp for
> > > > > > > > > any others.
> > > > > > > > >
> > > > > > > > > > Also, I see there is a reference to the function DMMGSetUseGalerkin
> > > > > > > > > > in the source code, but I can't find the documentation for it.
> > > > > > > > > > Does this function not exist yet? Again I would like to use
> > > > > > > > > > -dmmg_galerkin, but setting it in the code instead of on the command
> > > > > > > > > > line.
> > > > > > > > >
> > > > > > > > > I think you want this:
> > > > > > > > >
> > > > > > > > > http://www-unix.mcs.anl.gov/petsc/petsc-as/snapshots/petsc-current/docs/manualpages/DA/DMMGSetUseGalerkinCoarse.html
> > > > > > > > >
> > > > > > > > >   Matt
> > > > > > > > >
> > > > > > > > > > Regards,
> > > > > > > > > > Knut Erik Teigen
> > > > > > > > > >
> > > > > > > > > >
> > > > > > > > >
> > > > > > > > >
> > > > > > > >
> > > > > > > >
> > > > > > > 
> > > > > > > 
> > > > > > 
> > > > > > 
> > > > > 
> > > > > 
> > > > 
> > > > 
> > > 
> > > 
> > 
> > 
> 
> 
-------------- next part --------------
  nlevels           1
 coarsest_x,coarsest_y:          65         129
 Using SSP-RK3()4 (SSP) scheme for system           1
 Using SSP-RK2()4 (SSP) scheme for system           2
 Using SSP-RK3()4 (SSP) scheme for system           3
 u                   : is f-variable number:    1
 v                   : is f-variable number:    2
 p                   : is f-variable number:    3
 fi                  : is f-variable number:    4
 Initial configuration: Rising bubble                           
 Using CFL-number=  0.3000
 Exact area, phase 1: 3.491E-05
 Numerical area, phase 1: 3.499E-05
 Using WENO boundary trick!
 Writing inputfile to file: out.inp
 c_conv= 0.00E+00 c_visc= 6.07E+02 c_grav= 1.78E+02 c_st= 1.58E+03
 -------------------------------------------
 Start of time loop:
 L-s reinit converged after   10 steps with norm  1.716E-09
  0 KSP preconditioned resid norm 3.168341703825e+08 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
  0 KSP preconditioned resid norm 3.168341703825e+08 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
  1 KSP preconditioned resid norm 7.830661072700e-07 true resid norm 7.337644742621e-07 ||Ae||/||Ax|| 2.315925941246e-15
  1 KSP preconditioned resid norm 7.830661072700e-07 true resid norm 7.337644742621e-07 ||Ae||/||Ax|| 2.315925941246e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
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-291.157
-291.157
-291.156
-291.156
-291.156
-291.155
-291.155
-291.155
-291.154
-291.154
-291.153
-291.153
-291.152
-291.152
-291.151
-291.151
-291.15
-291.15
-291.149
-291.149
-291.149
-291.148
-291.148
-291.148
-291.148
-291.147
-291.147
-291.147
-291.147
-291.147
-291.147
-291.147
-291.148
-291.148
-291.148
-291.148
-291.149
-291.149
-291.149
-291.15
-291.15
-291.151
-291.151
-291.152
-291.152
-291.153
-291.153
-291.154
-291.154
-291.155
-291.155
-291.155
-291.156
-291.156
-291.156
-291.157
-291.157
-291.157
-291.157
-291.157
-291.157
-294.199
-294.199
-294.199
-294.199
-294.199
-294.199
-294.198
-294.198
-294.198
-294.197
-294.197
-294.196
-294.196
-294.195
-294.195
-294.194
-294.194
-294.194
-294.193
-294.193
-294.192
-294.192
-294.191
-294.191
-294.19
-294.19
-294.19
-294.19
-294.189
-294.189
-294.189
-294.189
-294.189
-294.189
-294.189
-294.189
-294.189
-294.19
-294.19
-294.19
-294.19
-294.191
-294.191
-294.192
-294.192
-294.193
-294.193
-294.194
-294.194
-294.194
-294.195
-294.195
-294.196
-294.196
-294.197
-294.197
-294.198
-294.198
-294.198
-294.199
-294.199
-294.199
-294.199
-294.199
-294.199
  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
71.0932
71.0721
71.0298
70.9666
70.8829
70.779
70.6555
70.5131
70.3525
70.1748
69.9809
69.7722
69.5501
69.3161
69.072
68.8197
68.5614
68.2993
68.0357
67.7734
67.515
67.2632
67.0208
66.7908
66.5759
66.3787
66.202
66.048
65.919
65.8166
65.7424
65.6974
65.6823
65.6974
65.7424
65.8166
65.919
66.048
66.202
66.3787
66.5759
66.7908
67.0208
67.2632
67.515
67.7734
68.0357
68.2993
68.5614
68.8197
69.072
69.3161
69.5501
69.7722
69.9809
70.1748
70.3525
70.5131
70.6555
70.779
70.8829
70.9666
71.0298
71.0721
71.0932
68.0729
68.0516
68.0091
67.9456
67.8615
67.757
67.6328
67.4896
67.3281
67.1492
66.9541
66.744
66.5203
66.2845
66.0384
65.784
65.5234
65.2588
64.9927
64.7276
64.4664
64.2117
63.9665
63.7336
63.5159
63.3162
63.1371
62.981
62.85
62.7462
62.6709
62.6252
62.6099
62.6252
62.6709
62.7462
62.85
62.981
63.1371
63.3162
63.5159
63.7336
63.9665
64.2117
64.4664
64.7276
64.9927
65.2588
65.5234
65.784
66.0384
66.2845
66.5203
66.744
66.9541
67.1492
67.3281
67.4896
67.6328
67.757
67.8615
67.9456
68.0091
68.0516
68.0729
65.0742
65.0527
65.0098
64.9457
64.8606
64.7551
64.6295
64.4847
64.3213
64.1402
63.9426
63.7296
63.5026
63.2633
63.0133
62.7547
62.4894
62.2199
61.9485
61.678
61.4111
61.1506
60.8996
60.661
60.4378
60.2328
60.0488
59.8883
59.7536
59.6467
59.5692
59.5222
59.5065
59.5222
59.5692
59.6467
59.7536
59.8883
60.0488
60.2328
60.4378
60.661
60.8996
61.1506
61.4111
61.678
61.9485
62.2199
62.4894
62.7547
63.0133
63.2633
63.5026
63.7296
63.9426
64.1402
64.3213
64.4847
64.6295
64.7551
64.8606
64.9457
65.0098
65.0527
65.0742
62.0973
62.0755
62.032
61.9669
61.8806
61.7734
61.6459
61.4986
61.3323
61.148
60.9466
60.7293
60.4976
60.2529
59.9971
59.732
59.4598
59.1828
58.9035
58.6247
58.3492
58.08
57.8202
57.5728
57.3411
57.128
56.9366
56.7694
56.629
56.5175
56.4366
56.3875
56.3711
56.3875
56.4366
56.5175
56.629
56.7694
56.9366
57.128
57.3411
57.5728
57.8202
58.08
58.3492
58.6247
58.9035
59.1828
59.4598
59.732
59.9971
60.2529
60.4976
60.7293
60.9466
61.148
61.3323
61.4986
61.6459
61.7734
61.8806
61.9669
62.032
62.0755
62.0973
59.1426
59.1204
59.0761
59.0098
58.9218
58.8124
58.6822
58.5318
58.3618
58.1731
57.9667
57.7438
57.5057
57.2539
56.9902
56.7165
56.435
56.148
55.8581
55.5681
55.2809
54.9998
54.728
54.4687
54.2254
54.0013
53.7997
53.6233
53.4751
53.3572
53.2716
53.2196
53.2022
53.2196
53.2716
53.3572
53.4751
53.6233
53.7997
54.0013
54.2254
54.4687
54.728
54.9998
55.2809
55.5681
55.8581
56.148
56.435
56.7165
56.9902
57.2539
57.5057
57.7438
57.9667
58.1731
58.3618
58.5318
58.6822
58.8124
58.9218
59.0098
59.0761
59.1204
59.1426
56.2105
56.1878
56.1425
56.0746
55.9846
55.8726
55.7392
55.5849
55.4103
55.2162
55.0036
54.7737
54.5277
54.267
53.9935
53.709
53.4157
53.1161
52.8127
52.5085
52.2066
51.9103
51.6231
51.3485
51.0903
50.8519
50.637
50.4488
50.2903
50.1641
50.0724
50.0167
49.998
50.0167
50.0724
50.1641
50.2903
50.4488
50.637
50.8519
51.0903
51.3485
51.6231
51.9103
52.2066
52.5085
52.8127
53.1161
53.4157
53.709
53.9935
54.267
54.5277
54.7737
55.0036
55.2162
55.4103
55.5849
55.7392
55.8726
55.9846
56.0746
56.1425
56.1878
56.2105
53.3014
53.2782
53.2317
53.1621
53.0696
52.9546
52.8174
52.6585
52.4785
52.2781
52.0582
51.8199
51.5645
51.2932
51.0079
50.7105
50.403
50.088
49.7682
49.4466
49.1265
48.8115
48.5052
48.2117
47.9349
47.6787
47.4472
47.2441
47.0727
46.936
46.8366
46.7762
46.7559
46.7762
46.8366
46.936
47.0727
47.2441
47.4472
47.6787
47.9349
48.2117
48.5052
48.8115
49.1265
49.4466
49.7682
50.088
50.403
50.7105
51.0079
51.2932
51.5645
51.8199
52.0582
52.2781
52.4785
52.6585
52.8174
52.9546
53.0696
53.1621
53.2317
53.2782
53.3014
50.416
50.3921
50.3444
50.2728
50.1776
50.0591
49.9176
49.7535
49.5673
49.3597
49.1315
48.8836
48.6173
48.3337
48.0347
47.722
47.3979
47.0648
46.7255
46.3832
46.0413
45.7038
45.3745
45.0579
44.7584
44.4805
44.2286
44.0071
43.8198
43.6702
43.5612
43.4949
43.4726
43.4949
43.5612
43.6702
43.8198
44.0071
44.2286
44.4805
44.7584
45.0579
45.3745
45.7038
46.0413
46.3832
46.7255
47.0648
47.3979
47.722
48.0347
48.3337
48.6173
48.8836
49.1315
49.3597
49.5673
49.7535
49.9176
50.0591
50.1776
50.2728
50.3444
50.3921
50.416
47.555
47.5304
47.4812
47.4075
47.3094
47.1871
47.0408
46.871
46.678
46.4623
46.2248
45.9661
45.6874
45.39
45.0753
44.7453
44.4019
44.0478
43.6858
43.3193
42.9518
42.5876
42.231
41.8868
41.5601
41.2558
40.9793
40.7353
40.5286
40.3631
40.2424
40.1688
40.1442
40.1688
40.2424
40.3631
40.5286
40.7353
40.9793
41.2558
41.5601
41.8868
42.231
42.5876
42.9518
43.3193
43.6858
44.0478
44.4019
44.7453
45.0753
45.39
45.6874
45.9661
46.2248
46.4623
46.678
46.871
47.0408
47.1871
47.3094
47.4075
47.4812
47.5304
47.555
44.7189
44.6936
44.6429
44.5669
44.4656
44.3393
44.188
44.012
43.8116
43.5872
43.3394
43.069
42.7767
42.4638
42.1316
41.782
41.4169
41.0389
40.6509
40.2563
39.8591
39.4636
39.0748
38.698
38.3388
38.0031
37.6968
37.4258
37.1954
37.0107
36.8756
36.7932
36.7656
36.7932
36.8756
37.0107
37.1954
37.4258
37.6968
38.0031
38.3388
38.698
39.0748
39.4636
39.8591
40.2563
40.6509
41.0389
41.4169
41.782
42.1316
42.4638
42.7767
43.069
43.3394
43.5872
43.8116
44.012
44.188
44.3393
44.4656
44.5669
44.6429
44.6936
44.7189
41.9087
41.8826
41.8303
41.7519
41.6474
41.5168
41.3602
41.1777
40.9695
40.7359
40.4771
40.1939
39.8869
39.5571
39.2057
38.8343
38.4449
38.04
37.6225
37.196
36.7645
36.3329
35.9065
35.4913
35.0937
34.7204
34.3785
34.0749
33.816
33.6078
33.4552
33.3621
33.3308
33.3621
33.4552
33.6078
33.816
34.0749
34.3785
34.7204
35.0937
35.4913
35.9065
36.3329
36.7645
37.196
37.6225
38.04
38.4449
38.8343
39.2057
39.5571
39.8869
40.1939
40.4771
40.7359
40.9695
41.1777
41.3602
41.5168
41.6474
41.7519
41.8303
41.8826
41.9087
39.125
39.0981
39.0443
38.9635
38.8557
38.7208
38.5588
38.3696
38.1533
37.9099
37.6398
37.343
37.0203
36.6723
36.3
35.9049
35.4888
35.054
34.6034
34.1407
33.6702
33.1969
32.7269
32.2667
31.8238
31.406
31.0214
30.6785
30.385
30.1483
29.9745
29.8682
29.8324
29.8682
29.9745
30.1483
30.385
30.6785
31.0214
31.406
31.8238
32.2667
32.7269
33.1969
33.6702
34.1407
34.6034
35.054
35.4888
35.9049
36.3
36.6723
37.0203
37.343
37.6398
37.9099
38.1533
38.3696
38.5588
38.7208
38.8557
38.9635
39.0443
39.0981
39.125
36.3686
36.341
36.2857
36.2025
36.0915
35.9523
35.7849
35.589
35.3645
35.1113
34.8293
34.5186
34.1794
33.8121
33.4176
32.9969
32.5516
32.0839
31.5966
31.0933
30.5785
30.0577
29.5372
29.0246
28.5284
28.0576
27.6222
27.2319
26.8965
26.625
26.4251
26.3027
26.2614
26.3027
26.4251
26.625
26.8965
27.2319
27.6222
28.0576
28.5284
29.0246
29.5372
30.0577
30.5785
31.0933
31.5966
32.0839
32.5516
32.9969
33.4176
33.8121
34.1794
34.5186
34.8293
35.1113
35.3645
35.589
35.7849
35.9523
36.0915
36.2025
36.2857
36.341
36.3686
33.6403
33.612
33.5553
33.4699
33.3558
33.2125
33.0399
32.8375
32.6049
32.3419
32.048
31.723
31.3669
30.9797
30.5617
30.1138
29.6372
29.1338
28.6061
28.0576
27.493
26.918
26.3395
25.766
25.2071
24.6735
24.1769
23.7295
23.3431
23.0291
22.7971
22.6547
22.6067
22.6547
22.7971
23.0291
23.3431
23.7295
24.1769
24.6735
25.2071
25.766
26.3395
26.918
27.493
28.0576
28.6061
29.1338
29.6372
30.1138
30.5617
30.9797
31.3669
31.723
32.048
32.3419
32.6049
32.8375
33.0399
33.2125
33.3558
33.4699
33.5553
33.612
33.6403
30.9409
30.9119
30.8539
30.7666
30.6496
30.5026
30.3251
30.1166
29.8764
29.6038
29.2983
28.9592
28.586
28.1784
27.7363
27.2599
26.7501
26.2083
25.6366
25.0384
24.4181
23.7818
23.1368
22.4926
21.86
21.2518
20.6819
20.165
19.7163
19.3498
19.078
18.9108
18.8544
18.9108
19.078
19.3498
19.7163
20.165
20.6819
21.2518
21.86
22.4926
23.1368
23.7818
24.4181
25.0384
25.6366
26.2083
26.7501
27.2599
27.7363
28.1784
28.586
28.9592
29.2983
29.6038
29.8764
30.1166
30.3251
30.5026
30.6496
30.7666
30.8539
30.9119
30.9409
28.2709
28.2414
28.1823
28.0933
27.9739
27.8237
27.6419
27.4278
27.1806
26.8992
26.5826
26.2299
25.84
25.4122
24.9456
24.44
23.8956
23.313
22.6941
22.0415
21.3596
20.6543
19.9334
19.2072
18.4882
17.7912
17.1329
16.5315
16.0059
15.5743
15.2529
15.0545
14.9874
15.0545
15.2529
15.5743
16.0059
16.5315
17.1329
17.7912
18.4882
19.2072
19.9334
20.6543
21.3596
22.0415
22.6941
23.313
23.8956
24.44
24.9456
25.4122
25.84
26.2299
26.5826
26.8992
27.1806
27.4278
27.6419
27.8237
27.9739
28.0933
28.1823
28.2414
28.2709
25.6308
25.601
25.5411
25.4508
25.3296
25.1768
24.9915
24.7728
24.5195
24.2303
23.9037
23.5384
23.1327
22.6852
22.1945
21.6596
21.0797
20.4548
19.7857
19.0745
18.3249
17.5425
16.7354
15.9147
15.0942
14.2912
13.526
12.821
12.2001
11.6868
11.3027
11.0648
10.9842
11.0648
11.3027
11.6868
12.2001
12.821
13.526
14.2912
15.0942
15.9147
16.7354
17.5425
18.3249
19.0745
19.7857
20.4548
21.0797
21.6596
22.1945
22.6852
23.1327
23.5384
23.9037
24.2303
24.5195
24.7728
24.9915
25.1768
25.3296
25.4508
25.5411
25.601
25.6308
23.0212
22.9911
22.9308
22.8397
22.7173
22.5628
22.3751
22.1529
21.8949
21.5993
21.2642
20.8878
20.4678
20.0021
19.4885
18.9248
18.3095
17.6413
16.92
16.1465
15.3234
14.4557
13.5514
12.6217
11.6823
10.753
9.85794
9.0251
8.28488
7.66833
7.20406
6.9153
6.81728
6.9153
7.20406
7.66833
8.28488
9.0251
9.85794
10.753
11.6823
12.6217
13.5514
14.4557
15.3234
16.1465
16.92
17.6413
18.3095
18.9248
19.4885
20.0021
20.4678
20.8878
21.2642
21.5993
21.8949
22.1529
22.3751
22.5628
22.7173
22.8397
22.9308
22.9911
23.0212
20.442
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20.3516
20.2605
20.1378
19.9826
19.7936
19.5695
19.3084
19.0082
18.6668
18.2815
17.8494
17.3677
16.8331
16.2425
15.593
14.8819
14.1074
13.2688
12.3672
11.4063
10.393
9.33877
8.26019
7.17991
6.12672
5.13513
4.2441
3.49514
2.92715
2.57212
2.45128
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-253.148
-253.148
-253.147
-253.147
-253.147
-253.148
-253.148
-253.148
-253.148
-253.149
-253.149
-253.15
-253.151
-253.151
-253.152
-253.153
-253.154
-253.155
-253.156
-253.156
-253.157
-253.158
-253.159
-253.16
-253.161
-253.162
-253.162
-253.163
-253.164
-253.164
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-256.207
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-256.206
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-256.205
-256.205
-256.204
-256.204
-256.203
-256.202
-256.202
-256.201
-256.2
-256.199
-256.198
-256.198
-256.197
-256.196
-256.195
-256.194
-256.194
-256.193
-256.192
-256.192
-256.191
-256.191
-256.191
-256.19
-256.19
-256.19
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-256.19
-256.191
-256.191
-256.191
-256.192
-256.192
-256.193
-256.194
-256.194
-256.195
-256.196
-256.197
-256.198
-256.198
-256.199
-256.2
-256.201
-256.202
-256.202
-256.203
-256.204
-256.204
-256.205
-256.205
-256.206
-256.206
-256.207
-256.207
-256.207
-256.207
-259.248
-259.248
-259.248
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-259.247
-259.247
-259.246
-259.246
-259.245
-259.245
-259.244
-259.243
-259.242
-259.242
-259.241
-259.24
-259.239
-259.239
-259.238
-259.237
-259.237
-259.236
-259.235
-259.235
-259.234
-259.234
-259.233
-259.233
-259.233
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-259.232
-259.233
-259.233
-259.233
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-259.233
-259.234
-259.234
-259.235
-259.235
-259.236
-259.237
-259.237
-259.238
-259.239
-259.239
-259.24
-259.241
-259.242
-259.242
-259.243
-259.244
-259.245
-259.245
-259.246
-259.246
-259.247
-259.247
-259.248
-259.248
-259.248
-259.248
-259.248
-262.29
-262.29
-262.289
-262.289
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-262.289
-262.288
-262.288
-262.287
-262.287
-262.286
-262.286
-262.285
-262.284
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-262.283
-262.282
-262.281
-262.281
-262.28
-262.279
-262.279
-262.278
-262.278
-262.277
-262.277
-262.276
-262.276
-262.275
-262.275
-262.275
-262.275
-262.275
-262.275
-262.275
-262.275
-262.275
-262.276
-262.276
-262.277
-262.277
-262.278
-262.278
-262.279
-262.279
-262.28
-262.281
-262.281
-262.282
-262.283
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-262.286
-262.286
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-262.288
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-262.29
-262.29
-265.331
-265.331
-265.331
-265.331
-265.33
-265.33
-265.33
-265.329
-265.329
-265.328
-265.328
-265.327
-265.327
-265.326
-265.325
-265.325
-265.324
-265.323
-265.323
-265.322
-265.321
-265.321
-265.32
-265.32
-265.319
-265.319
-265.318
-265.318
-265.318
-265.318
-265.317
-265.317
-265.317
-265.317
-265.317
-265.318
-265.318
-265.318
-265.318
-265.319
-265.319
-265.32
-265.32
-265.321
-265.321
-265.322
-265.323
-265.323
-265.324
-265.325
-265.325
-265.326
-265.327
-265.327
-265.328
-265.328
-265.329
-265.329
-265.33
-265.33
-265.33
-265.331
-265.331
-265.331
-265.331
-268.372
-268.372
-268.372
-268.372
-268.372
-268.372
-268.371
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-268.37
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-268.369
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-268.362
-268.361
-268.361
-268.361
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.36
-268.361
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-268.362
-268.362
-268.363
-268.363
-268.364
-268.365
-268.365
-268.366
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-268.37
-268.37
-268.371
-268.371
-268.372
-268.372
-268.372
-268.372
-268.372
-268.372
-271.414
-271.414
-271.414
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-271.413
-271.413
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-271.412
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-271.411
-271.41
-271.409
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-271.405
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-271.403
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-271.404
-271.404
-271.405
-271.405
-271.406
-271.407
-271.407
-271.408
-271.408
-271.409
-271.409
-271.41
-271.411
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-271.412
-271.412
-271.412
-271.413
-271.413
-271.413
-271.414
-271.414
-271.414
-271.414
-274.456
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-274.445
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-274.445
-274.444
-274.444
-274.444
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-274.444
-274.444
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-274.445
-274.445
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-274.446
-274.446
-274.447
-274.447
-274.448
-274.448
-274.449
-274.45
-274.45
-274.451
-274.451
-274.452
-274.452
-274.453
-274.453
-274.454
-274.454
-274.454
-274.455
-274.455
-274.455
-274.455
-274.455
-274.456
-277.497
-277.497
-277.497
-277.497
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-277.496
-277.496
-277.496
-277.495
-277.495
-277.495
-277.494
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-277.492
-277.491
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-277.49
-277.49
-277.489
-277.489
-277.488
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-277.487
-277.487
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-277.486
-277.486
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-277.486
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-277.486
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-277.487
-277.487
-277.488
-277.488
-277.488
-277.489
-277.489
-277.49
-277.49
-277.491
-277.491
-277.492
-277.493
-277.493
-277.494
-277.494
-277.495
-277.495
-277.495
-277.496
-277.496
-277.496
-277.497
-277.497
-277.497
-277.497
-277.497
-280.539
-280.539
-280.539
-280.538
-280.538
-280.538
-280.538
-280.537
-280.537
-280.537
-280.536
-280.536
-280.535
-280.535
-280.534
-280.534
-280.533
-280.533
-280.532
-280.532
-280.531
-280.531
-280.53
-280.53
-280.53
-280.529
-280.529
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-280.528
-280.528
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-280.528
-280.528
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-280.528
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-280.53
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-280.53
-280.531
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-280.532
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-280.535
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-280.536
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-280.537
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-280.539
-280.539
-280.539
-283.58
-283.58
-283.58
-283.58
-283.58
-283.58
-283.58
-283.579
-283.579
-283.578
-283.578
-283.578
-283.577
-283.577
-283.576
-283.576
-283.575
-283.575
-283.574
-283.574
-283.573
-283.573
-283.572
-283.572
-283.572
-283.571
-283.571
-283.571
-283.57
-283.57
-283.57
-283.57
-283.57
-283.57
-283.57
-283.57
-283.57
-283.571
-283.571
-283.571
-283.572
-283.572
-283.572
-283.573
-283.573
-283.574
-283.574
-283.575
-283.575
-283.576
-283.576
-283.577
-283.577
-283.578
-283.578
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-283.579
-283.579
-283.58
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-283.58
-283.58
-283.58
-283.58
-283.58
-286.622
-286.622
-286.622
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-286.622
-286.622
-286.621
-286.621
-286.621
-286.62
-286.62
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-286.619
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-286.616
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-286.615
-286.614
-286.614
-286.613
-286.613
-286.613
-286.613
-286.612
-286.612
-286.612
-286.612
-286.612
-286.612
-286.612
-286.612
-286.612
-286.613
-286.613
-286.613
-286.613
-286.614
-286.614
-286.615
-286.615
-286.616
-286.616
-286.617
-286.617
-286.618
-286.618
-286.618
-286.619
-286.619
-286.62
-286.62
-286.621
-286.621
-286.621
-286.622
-286.622
-286.622
-286.622
-286.622
-286.622
-289.664
-289.664
-289.664
-289.664
-289.664
-289.663
-289.663
-289.663
-289.662
-289.662
-289.662
-289.661
-289.661
-289.66
-289.66
-289.659
-289.659
-289.658
-289.658
-289.657
-289.657
-289.657
-289.656
-289.656
-289.655
-289.655
-289.655
-289.655
-289.654
-289.654
-289.654
-289.654
-289.654
-289.654
-289.654
-289.654
-289.654
-289.655
-289.655
-289.655
-289.655
-289.656
-289.656
-289.657
-289.657
-289.657
-289.658
-289.658
-289.659
-289.659
-289.66
-289.66
-289.661
-289.661
-289.662
-289.662
-289.662
-289.663
-289.663
-289.663
-289.664
-289.664
-289.664
-289.664
-289.664
  0 KSP preconditioned resid norm 2.315194375855e+08 true resid norm 2.315194375855e+08 ||Ae||/||Ax|| 5.669030734042e-01
  0 KSP preconditioned resid norm 2.315194375855e+08 true resid norm 2.315194375855e+08 ||Ae||/||Ax|| 5.669030734042e-01
  0 KSP preconditioned resid norm 2.315194375855e+08 true resid norm 2.315194375855e+08 ||Ae||/||Ax|| 5.669030734042e-01
  0 KSP preconditioned resid norm 2.315194375855e+08 true resid norm 2.315194375855e+08 ||Ae||/||Ax|| 5.669030734042e-01
  1 KSP preconditioned resid norm 2.416378524737e-07 true resid norm 7.075902174382e-07 ||Ae||/||Ax|| 1.732619399736e-15
  1 KSP preconditioned resid norm 2.416378524737e-07 true resid norm 7.075902174382e-07 ||Ae||/||Ax|| 1.732619399736e-15
  1 KSP preconditioned resid norm 2.416378524737e-07 true resid norm 7.075902174382e-07 ||Ae||/||Ax|| 1.732619399736e-15
  1 KSP preconditioned resid norm 2.416378524737e-07 true resid norm 7.075902174382e-07 ||Ae||/||Ax|| 1.732619399736e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
71.7852
71.7641
71.7219
71.6587
71.575
71.4712
71.3477
71.2053
71.0448
70.8671
70.6733
70.4646
70.2425
70.0086
69.7645
69.5123
69.2539
68.9918
68.7283
68.466
68.2076
67.9558
67.7135
67.4835
67.2685
67.0714
66.8947
66.7407
66.6117
66.5093
66.4351
66.3901
66.375
66.3901
66.4351
66.5093
66.6117
66.7407
66.8947
67.0714
67.2685
67.4835
67.7135
67.9558
68.2076
68.466
68.7283
68.9918
69.2539
69.5123
69.7645
70.0086
70.2425
70.4646
70.6733
70.8671
71.0448
71.2053
71.3477
71.4712
71.575
71.6587
71.7219
71.7641
71.7852
68.7648
68.7436
68.7011
68.6377
68.5536
68.4492
68.325
68.1818
68.0204
67.8415
67.6465
67.4364
67.2127
66.9769
66.7309
66.4765
66.2159
65.9514
65.6853
65.4203
65.159
64.9044
64.6592
64.4263
64.2086
64.0089
63.8298
63.6737
63.5428
63.4389
63.3636
63.318
63.3027
63.318
63.3636
63.4389
63.5428
63.6737
63.8298
64.0089
64.2086
64.4263
64.6592
64.9044
65.159
65.4203
65.6853
65.9514
66.2159
66.4765
66.7309
66.9769
67.2127
67.4364
67.6465
67.8415
68.0204
68.1818
68.325
68.4492
68.5536
68.6377
68.7011
68.7436
68.7648
65.7661
65.7446
65.7018
65.6377
65.5527
65.4472
65.3217
65.1769
65.0135
64.8325
64.6349
64.4219
64.195
63.9557
63.7058
63.4472
63.1819
62.9124
62.6411
62.3706
62.1037
61.8433
61.5923
61.3538
61.1305
60.9255
60.7415
60.5811
60.4464
60.3395
60.262
60.215
60.1993
60.215
60.262
60.3395
60.4464
60.5811
60.7415
60.9255
61.1305
61.3538
61.5923
61.8433
62.1037
62.3706
62.6411
62.9124
63.1819
63.4472
63.7058
63.9557
64.195
64.4219
64.6349
64.8325
65.0135
65.1769
65.3217
65.4472
65.5527
65.6377
65.7018
65.7446
65.7661
62.7891
62.7674
62.7239
62.6589
62.5726
62.4655
62.338
62.1908
62.0245
61.8402
61.6389
61.4217
61.19
60.9454
60.6895
60.4245
60.1523
59.8753
59.5961
59.3174
59.0419
58.7727
58.5129
58.2656
58.0339
57.8208
57.6294
57.4622
57.3219
57.2104
57.1294
57.0804
57.0639
57.0804
57.1294
57.2104
57.3219
57.4622
57.6294
57.8208
58.0339
58.2656
58.5129
58.7727
59.0419
59.3174
59.5961
59.8753
60.1523
60.4245
60.6895
60.9454
61.19
61.4217
61.6389
61.8402
62.0245
62.1908
62.338
62.4655
62.5726
62.6589
62.7239
62.7674
62.7891
59.8344
59.8123
59.768
59.7017
59.6137
59.5045
59.3743
59.2239
59.054
58.8653
58.659
58.4361
58.1981
57.9463
57.6827
57.409
57.1275
56.8405
56.5507
56.2607
55.9737
55.6926
55.4208
55.1616
54.9183
54.6942
54.4925
54.3162
54.168
54.0501
53.9645
53.9126
53.8952
53.9126
53.9645
54.0501
54.168
54.3162
54.4925
54.6942
54.9183
55.1616
55.4208
55.6926
55.9737
56.2607
56.5507
56.8405
57.1275
57.409
57.6827
57.9463
58.1981
58.4361
58.659
58.8653
59.054
59.2239
59.3743
59.5045
59.6137
59.7017
59.768
59.8123
59.8344
56.9022
56.8796
56.8343
56.7665
56.6765
56.5646
56.4312
56.2769
56.1024
55.9084
55.6959
55.466
55.22
54.9594
54.686
54.4015
54.1083
53.8087
53.5053
53.2012
52.8993
52.6031
52.3159
52.0414
51.7831
51.5448
51.3299
51.1417
50.9833
50.8571
50.7654
50.7097
50.691
50.7097
50.7654
50.8571
50.9833
51.1417
51.3299
51.5448
51.7831
52.0414
52.3159
52.6031
52.8993
53.2012
53.5053
53.8087
54.1083
54.4015
54.686
54.9594
55.22
55.466
55.6959
55.9084
56.1024
56.2769
56.4312
56.5646
56.6765
56.7665
56.8343
56.8796
56.9022
53.9931
53.9699
53.9235
53.854
53.7616
53.6466
53.5094
53.3505
53.1706
52.9702
52.7504
52.5122
52.2568
51.9856
51.7004
51.4029
51.0955
50.7806
50.4608
50.1393
49.8193
49.5043
49.1981
48.9046
48.6278
48.3717
48.1402
47.9371
47.7657
47.6291
47.5296
47.4692
47.449
47.4692
47.5296
47.6291
47.7657
47.9371
48.1402
48.3717
48.6278
48.9046
49.1981
49.5043
49.8193
50.1393
50.4608
50.7806
51.0955
51.4029
51.7004
51.9856
52.2568
52.5122
52.7504
52.9702
53.1706
53.3505
53.5094
53.6466
53.7616
53.854
53.9235
53.9699
53.9931
51.1077
51.0839
51.0361
50.9646
50.8695
50.7511
50.6096
50.4455
50.2594
50.0519
49.8237
49.5759
49.3096
49.0261
48.7271
48.4145
48.0904
47.7574
47.4182
47.0759
46.7341
46.3966
46.0674
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-282.878
-282.878
-282.878
-282.878
-282.878
-282.878
-282.878
-282.878
-282.878
-282.879
-282.879
-282.879
-282.879
-282.88
-282.88
-282.881
-282.881
-282.882
-282.882
-282.883
-282.883
-282.884
-282.884
-282.885
-282.885
-282.886
-282.886
-282.886
-282.887
-282.887
-282.887
-282.888
-282.888
-282.888
-282.888
-282.888
-282.888
-285.93
-285.93
-285.93
-285.93
-285.93
-285.929
-285.929
-285.929
-285.929
-285.928
-285.928
-285.927
-285.927
-285.926
-285.926
-285.925
-285.925
-285.924
-285.924
-285.923
-285.923
-285.923
-285.922
-285.922
-285.921
-285.921
-285.921
-285.921
-285.92
-285.92
-285.92
-285.92
-285.92
-285.92
-285.92
-285.92
-285.92
-285.921
-285.921
-285.921
-285.921
-285.922
-285.922
-285.923
-285.923
-285.923
-285.924
-285.924
-285.925
-285.925
-285.926
-285.926
-285.927
-285.927
-285.928
-285.928
-285.929
-285.929
-285.929
-285.929
-285.93
-285.93
-285.93
-285.93
-285.93
-288.972
-288.972
-288.972
-288.972
-288.972
-288.971
-288.971
-288.971
-288.97
-288.97
-288.97
-288.969
-288.969
-288.968
-288.968
-288.967
-288.967
-288.966
-288.966
-288.965
-288.965
-288.964
-288.964
-288.964
-288.963
-288.963
-288.963
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.962
-288.963
-288.963
-288.963
-288.964
-288.964
-288.964
-288.965
-288.965
-288.966
-288.966
-288.967
-288.967
-288.968
-288.968
-288.969
-288.969
-288.97
-288.97
-288.97
-288.971
-288.971
-288.971
-288.972
-288.972
-288.972
-288.972
-288.972
  0 KSP preconditioned resid norm 2.430791297299e+04 true resid norm 2.430791297299e+04 ||Ae||/||Ax|| 5.951731000641e-05
  0 KSP preconditioned resid norm 2.430791297299e+04 true resid norm 2.430791297299e+04 ||Ae||/||Ax|| 5.951731000641e-05
  0 KSP preconditioned resid norm 2.430791297299e+04 true resid norm 2.430791297299e+04 ||Ae||/||Ax|| 5.951731000641e-05
  0 KSP preconditioned resid norm 2.430791297299e+04 true resid norm 2.430791297299e+04 ||Ae||/||Ax|| 5.951731000641e-05
  0 KSP preconditioned resid norm 2.430791297299e+04 true resid norm 2.430791297299e+04 ||Ae||/||Ax|| 5.951731000641e-05
  1 KSP preconditioned resid norm 5.856729238698e-07 true resid norm 9.372585274370e-07 ||Ae||/||Ax|| 2.294853794960e-15
  1 KSP preconditioned resid norm 5.856729238698e-07 true resid norm 9.372585274370e-07 ||Ae||/||Ax|| 2.294853794960e-15
  1 KSP preconditioned resid norm 5.856729238698e-07 true resid norm 9.372585274370e-07 ||Ae||/||Ax|| 2.294853794960e-15
  1 KSP preconditioned resid norm 5.856729238698e-07 true resid norm 9.372585274370e-07 ||Ae||/||Ax|| 2.294853794960e-15
  1 KSP preconditioned resid norm 5.856729238698e-07 true resid norm 9.372585274370e-07 ||Ae||/||Ax|| 2.294853794960e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
77.1459
77.1248
77.0825
77.0193
76.9355
76.8316
76.7081
76.5656
76.405
76.2272
76.0333
75.8246
75.6024
75.3683
75.1241
74.8718
74.6134
74.3512
74.0876
73.8252
73.5667
73.3148
73.0724
72.8424
72.6274
72.4302
72.2535
72.0995
71.9703
71.8679
71.7937
71.7487
71.7337
71.7487
71.7937
71.8679
71.9703
72.0995
72.2535
72.4302
72.6274
72.8424
73.0724
73.3148
73.5667
73.8252
74.0876
74.3512
74.6134
74.8718
75.1241
75.3683
75.6024
75.8246
76.0333
76.2272
76.405
76.5656
76.7081
76.8316
76.9355
77.0193
77.0825
77.1248
77.1459
74.1256
74.1043
74.0618
73.9983
73.9141
73.8096
73.6854
73.5421
73.3806
73.2017
73.0065
72.7963
72.5725
72.3367
72.0906
71.8361
71.5754
71.3107
71.0445
70.7794
70.5181
70.2634
70.0181
69.7852
69.5674
69.3677
69.1885
69.0324
68.9014
68.7975
68.7222
68.6766
68.6613
68.6766
68.7222
68.7975
68.9014
69.0324
69.1885
69.3677
69.5674
69.7852
70.0181
70.2634
70.5181
70.7794
71.0445
71.3107
71.5754
71.8361
72.0906
72.3367
72.5725
72.7963
73.0065
73.2017
73.3806
73.5421
73.6854
73.8096
73.9141
73.9983
74.0618
74.1043
74.1256
71.1269
71.1054
71.0625
70.9983
70.9133
70.8077
70.6821
70.5372
70.3738
70.1926
69.995
69.7819
69.5549
69.3155
69.0655
68.8067
68.5414
68.2718
68.0004
67.7298
67.4628
67.2023
66.9512
66.7126
66.4893
66.2842
66.1002
65.9397
65.805
65.6981
65.6205
65.5735
65.5578
65.5735
65.6205
65.6981
65.805
65.9397
66.1002
66.2842
66.4893
66.7126
66.9512
67.2023
67.4628
67.7298
68.0004
68.2718
68.5414
68.8067
69.0655
69.3155
69.5549
69.7819
69.995
70.1926
70.3738
70.5372
70.6821
70.8077
70.9133
70.9983
71.0625
71.1054
71.1269
68.15
68.1282
68.0847
68.0196
67.9333
67.8261
67.6985
67.5512
67.3849
67.2005
66.999
66.7817
66.5499
66.3051
66.0492
65.7841
65.5118
65.2347
64.9554
64.6765
64.4009
64.1317
63.8718
63.6244
63.3926
63.1795
62.988
62.8208
62.6804
62.5688
62.4879
62.4388
62.4224
62.4388
62.4879
62.5688
62.6804
62.8208
62.988
63.1795
63.3926
63.6244
63.8718
64.1317
64.4009
64.6765
64.9554
65.2347
65.5118
65.7841
66.0492
66.3051
66.5499
66.7817
66.999
67.2005
67.3849
67.5512
67.6985
67.8261
67.9333
68.0196
68.0847
68.1282
68.15
65.1953
65.1731
65.1288
65.0625
64.9745
64.8651
64.7349
64.5844
64.4143
64.2256
64.0191
63.7962
63.558
63.3061
63.0424
62.7686
62.487
62.1999
61.9099
61.6198
61.3327
61.0515
60.7796
60.5203
60.2769
60.0528
59.851
59.6747
59.5264
59.4085
59.3229
59.2709
59.2535
59.2709
59.3229
59.4085
59.5264
59.6747
59.851
60.0528
60.2769
60.5203
60.7796
61.0515
61.3327
61.6198
61.9099
62.1999
62.487
62.7686
63.0424
63.3061
63.558
63.7962
64.0191
64.2256
64.4143
64.5844
64.7349
64.8651
64.9745
65.0625
65.1288
65.1731
65.1953
62.2633
62.2406
62.1952
62.1274
62.0373
61.9253
61.7919
61.6375
61.4628
61.2687
61.0561
60.8261
60.58
60.3193
60.0457
59.7611
59.4677
59.168
58.8646
58.5603
58.2583
57.9619
57.6746
57.4
57.1417
56.9033
56.6884
56.5001
56.3416
56.2154
56.1236
56.0679
56.0493
56.0679
56.1236
56.2154
56.3416
56.5001
56.6884
56.9033
57.1417
57.4
57.6746
57.9619
58.2583
58.5603
58.8646
59.168
59.4677
59.7611
60.0457
60.3193
60.58
60.8261
61.0561
61.2687
61.4628
61.6375
61.7919
61.9253
62.0373
62.1274
62.1952
62.2406
62.2633
59.3543
59.331
59.2845
59.2149
59.1224
59.0073
58.8701
58.7111
58.531
58.3306
58.1107
57.8723
57.6168
57.3455
57.0601
56.7625
56.455
56.1399
55.82
55.4984
55.1782
54.8631
54.5568
54.2632
53.9863
53.7301
53.4985
53.2953
53.1239
52.9873
52.8878
52.8274
52.8071
52.8274
52.8878
52.9873
53.1239
53.2953
53.4985
53.7301
53.9863
54.2632
54.5568
54.8631
55.1782
55.4984
55.82
56.1399
56.455
56.7625
57.0601
57.3455
57.6168
57.8723
58.1107
58.3306
58.531
58.7111
58.8701
59.0073
59.1224
59.2149
59.2845
59.331
59.3543
56.4689
56.445
56.3972
56.3256
56.2305
56.1119
55.9704
55.8062
55.62
55.4123
55.184
54.9361
54.6696
54.386
54.0869
53.7741
53.4499
53.1167
52.7773
52.4349
52.093
51.7554
51.426
51.1094
50.8098
50.5318
50.2799
50.0583
49.871
49.7214
49.6123
49.546
49.5238
49.546
49.6123
49.7214
49.871
50.0583
50.2799
50.5318
50.8098
51.1094
51.426
51.7554
52.093
52.4349
52.7773
53.1167
53.4499
53.7741
54.0869
54.386
54.6696
54.9361
55.184
55.4123
55.62
55.8062
55.9704
56.1119
56.2305
56.3256
56.3972
56.445
56.4689
53.6079
53.5833
53.5341
53.4603
53.3622
53.2399
53.0936
52.9237
52.7306
52.5149
52.2773
52.0186
51.7398
51.4423
51.1275
50.7974
50.4539
50.0997
49.7377
49.371
49.0035
48.6391
48.2825
47.9382
47.6114
47.3071
47.0305
46.7865
46.5797
46.4143
46.2935
46.22
46.1953
46.22
46.2935
46.4143
46.5797
46.7865
47.0305
47.3071
47.6114
47.9382
48.2825
48.6391
49.0035
49.371
49.7377
50.0997
50.4539
50.7974
51.1275
51.4423
51.7398
52.0186
52.2773
52.5149
52.7306
52.9237
53.0936
53.2399
53.3622
53.4603
53.5341
53.5833
53.6079
50.7719
50.7466
50.6959
50.6198
50.5185
50.3921
50.2408
50.0647
49.8643
49.6398
49.392
49.1214
48.8291
48.5161
48.1838
47.8341
47.4689
47.0908
46.7027
46.308
45.9107
45.5151
45.1263
44.7493
44.3901
44.0543
43.748
43.4769
43.2465
43.0617
42.9266
42.8443
42.8166
42.8443
42.9266
43.0617
43.2465
43.4769
43.748
44.0543
44.3901
44.7493
45.1263
45.5151
45.9107
46.308
46.7027
47.0908
47.4689
47.8341
48.1838
48.5161
48.8291
49.1214
49.392
49.6398
49.8643
50.0647
50.2408
50.3921
50.5185
50.6198
50.6959
50.7466
50.7719
47.9617
47.9356
47.8834
47.8049
47.7004
47.5698
47.4131
47.2306
47.0223
46.7885
46.5298
46.2464
45.9393
45.6094
45.2579
44.8864
44.497
44.0919
43.6743
43.2477
42.8161
42.3844
41.9579
41.5426
41.1449
40.7716
40.4296
40.1259
39.867
39.6588
39.5062
39.4131
39.3818
39.4131
39.5062
39.6588
39.867
40.1259
40.4296
40.7716
41.1449
41.5426
41.9579
42.3844
42.8161
43.2477
43.6743
44.0919
44.497
44.8864
45.2579
45.6094
45.9393
46.2464
46.5298
46.7885
47.0223
47.2306
47.4131
47.5698
47.7004
47.8049
47.8834
47.9356
47.9617
45.1781
45.1512
45.0974
45.0166
44.9087
44.7738
44.6117
44.4225
44.2061
43.9627
43.6924
43.3956
43.0728
42.7247
42.3523
41.9571
41.5408
41.1059
40.6552
40.1923
39.7217
39.2483
38.7782
38.3179
37.8749
37.457
37.0724
36.7295
36.436
36.1993
36.0254
35.9191
35.8834
35.9191
36.0254
36.1993
36.436
36.7295
37.0724
37.457
37.8749
38.3179
38.7782
39.2483
39.7217
40.1923
40.6552
41.1059
41.5408
41.9571
42.3523
42.7247
43.0728
43.3956
43.6924
43.9627
44.2061
44.4225
44.6117
44.7738
44.9087
45.0166
45.0974
45.1512
45.1781
42.4218
42.3942
42.3389
42.2557
42.1446
42.0054
41.8379
41.642
41.4174
41.1641
40.882
40.5712
40.2319
39.8645
39.4699
39.0491
38.6037
38.1358
37.6484
37.1449
36.63
36.109
35.5884
35.0758
34.5794
34.1086
33.673
33.2827
32.9474
32.6759
32.476
32.3536
32.3123
32.3536
32.476
32.6759
32.9474
33.2827
33.673
34.1086
34.5794
35.0758
35.5884
36.109
36.63
37.1449
37.6484
38.1358
38.6037
39.0491
39.4699
39.8645
40.2319
40.5712
40.882
41.1641
41.4174
41.642
41.8379
42.0054
42.1446
42.2557
42.3389
42.3942
42.4218
39.6937
39.6653
39.6086
39.5232
39.409
39.2657
39.093
38.8905
38.6579
38.3948
38.1008
37.7757
37.4195
37.0321
36.6141
36.166
35.6893
35.1857
34.6578
34.1092
33.5445
32.9693
32.3907
31.817
31.258
30.7243
30.2277
29.7802
29.3939
29.0799
28.8479
28.7055
28.6575
28.7055
28.8479
29.0799
29.3939
29.7802
30.2277
30.7243
31.258
31.817
32.3907
32.9693
33.5445
34.1092
34.6578
35.1857
35.6893
36.166
36.6141
37.0321
37.4195
37.7757
38.1008
38.3948
38.6579
38.8905
39.093
39.2657
39.409
39.5232
39.6086
39.6653
39.6937
36.9943
36.9654
36.9073
36.8199
36.7029
36.5559
36.3784
36.1697
35.9294
35.6568
35.3511
35.0119
34.6386
34.2309
33.7886
33.3122
32.8022
32.2602
31.6883
31.0899
30.4695
29.833
29.1879
28.5435
27.9108
27.3024
26.7325
26.2156
25.7669
25.4005
25.1288
24.9616
24.9052
24.9616
25.1288
25.4005
25.7669
26.2156
26.7325
27.3024
27.9108
28.5435
29.1879
29.833
30.4695
31.0899
31.6883
32.2602
32.8022
33.3122
33.7886
34.2309
34.6386
35.0119
35.3511
35.6568
35.9294
36.1697
36.3784
36.5559
36.7029
36.8199
36.9073
36.9654
36.9943
34.3244
34.295
34.2358
34.1468
34.0274
33.8771
33.6952
33.4811
33.2337
32.9522
32.6356
32.2828
31.8928
31.4647
30.998
30.4923
29.9477
29.3649
28.7458
28.093
27.4109
26.7054
25.9843
25.258
24.5388
23.8416
23.1832
22.5819
22.0564
21.6249
21.3036
21.1053
21.0382
21.1053
21.3036
21.6249
22.0564
22.5819
23.1832
23.8416
24.5388
25.258
25.9843
26.7054
27.4109
28.093
28.7458
29.3649
29.9477
30.4923
30.998
31.4647
31.8928
32.2828
32.6356
32.9522
33.2337
33.4811
33.6952
33.8771
34.0274
34.1468
34.2358
34.295
34.3244
31.6845
31.6547
31.5948
31.5044
31.3832
31.2303
31.045
30.8262
30.5728
30.2834
29.9568
29.5913
29.1855
28.7379
28.247
27.7119
27.1318
26.5067
25.8374
25.126
24.3761
23.5935
22.7862
21.9652
21.1445
20.3414
19.5761
18.8711
18.2504
17.7374
17.3534
17.1156
17.0351
17.1156
17.3534
17.7374
18.2504
18.8711
19.5761
20.3414
21.1445
21.9652
22.7862
23.5935
24.3761
25.126
25.8374
26.5067
27.1318
27.7119
28.247
28.7379
29.1855
29.5913
29.9568
30.2834
30.5728
30.8262
31.045
31.2303
31.3832
31.5044
31.5948
31.6547
31.6845
29.075
29.0449
28.9846
28.8935
28.7711
28.6165
28.4287
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 Time step         1  t=1.56074E-04  dt=1.561E-04  cfl=3.00E-01 cfl_v=9.48E-02
 -------------------------------------------
 c_conv= 9.82E+00 c_visc= 6.07E+02 c_grav= 1.78E+02 c_st= 5.03E+02
-------------- next part --------------
 nlevels           2
 coarsest_x,coarsest_y:          33          65
 Using SSP-RK3()4 (SSP) scheme for system           1
 Using SSP-RK2()4 (SSP) scheme for system           2
 Using SSP-RK3()4 (SSP) scheme for system           3
 u                   : is f-variable number:    1
 v                   : is f-variable number:    2
 p                   : is f-variable number:    3
 fi                  : is f-variable number:    4
 Initial configuration: Rising bubble                           
 Using CFL-number=  0.3000
 Exact area, phase 1: 3.491E-05
 Numerical area, phase 1: 3.499E-05
 Using WENO boundary trick!
 Writing inputfile to file: out.inp
 c_conv= 0.00E+00 c_visc= 6.07E+02 c_grav= 1.78E+02 c_st= 1.58E+03
 -------------------------------------------
 Start of time loop:
 L-s reinit converged after   10 steps with norm  1.716E-09
  0 KSP preconditioned resid norm 3.168341703825e+08 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
  0 KSP preconditioned resid norm 3.168341703825e+08 true resid norm 3.168341703825e+08 ||Ae||/||Ax|| 1.000000000000e+00
  1 KSP preconditioned resid norm 7.830661072700e-07 true resid norm 7.337644742621e-07 ||Ae||/||Ax|| 2.315925941246e-15
  1 KSP preconditioned resid norm 7.830661072700e-07 true resid norm 7.337644742621e-07 ||Ae||/||Ax|| 2.315925941246e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
66.5366
66.5153
66.473
66.4098
66.326
66.222
66.0984
65.9559
65.7952
65.6174
65.4234
65.2146
64.9923
64.7582
64.514
64.2616
64.0031
63.7408
63.4772
63.2148
62.9562
62.7043
62.4619
62.2317
62.0167
61.8195
61.6427
61.4887
61.3596
61.2572
61.1829
61.138
61.1229
61.138
61.1829
61.2572
61.3596
61.4887
61.6427
61.8195
62.0167
62.2317
62.4619
62.7043
62.9562
63.2148
63.4772
63.7408
64.0031
64.2616
64.514
64.7582
64.9923
65.2146
65.4234
65.6174
65.7952
65.9559
66.0984
66.222
66.326
66.4098
66.473
66.5153
66.5366
63.5162
63.4949
63.4524
63.3888
63.3046
63.2001
63.0758
62.9324
62.7708
62.5918
62.3966
62.1864
61.9625
61.7266
61.4804
61.2259
60.9651
60.7004
60.4341
60.169
59.9076
59.6528
59.4075
59.1745
58.9568
58.757
58.5778
58.4216
58.2906
58.1867
58.1114
58.0657
58.0504
58.0657
58.1114
58.1867
58.2906
58.4216
58.5778
58.757
58.9568
59.1745
59.4075
59.6528
59.9076
60.169
60.4341
60.7004
60.9651
61.2259
61.4804
61.7266
61.9625
62.1864
62.3966
62.5918
62.7708
62.9324
63.0758
63.2001
63.3046
63.3888
63.4524
63.4949
63.5162
60.5176
60.4961
60.4531
60.3889
60.3038
60.1982
60.0725
59.9276
59.764
59.5829
59.3851
59.172
58.9449
58.7054
58.4553
58.1965
57.9311
57.6614
57.39
57.1193
56.8523
56.5917
56.3406
56.1019
55.8785
55.6735
55.4894
55.3288
55.1941
55.0872
55.0097
54.9627
54.9469
54.9627
55.0097
55.0872
55.1941
55.3288
55.4894
55.6735
55.8785
56.1019
56.3406
56.5917
56.8523
57.1193
57.39
57.6614
57.9311
58.1965
58.4553
58.7054
58.9449
59.172
59.3851
59.5829
59.764
59.9276
60.0725
60.1982
60.3038
60.3889
60.4531
60.4961
60.5176
57.5408
57.5189
57.4754
57.4102
57.3238
57.2166
57.0889
56.9415
56.7752
56.5907
56.3892
56.1718
55.9399
55.6951
55.4391
55.1738
54.9015
54.6243
54.3449
54.066
53.7904
53.521
53.2611
53.0136
52.7818
52.5686
52.3771
52.2099
52.0694
51.9579
51.8769
51.8278
51.8114
51.8278
51.8769
51.9579
52.0694
52.2099
52.3771
52.5686
52.7818
53.0136
53.2611
53.521
53.7904
54.066
54.3449
54.6243
54.9015
55.1738
55.4391
55.6951
55.9399
56.1718
56.3892
56.5907
56.7752
56.9415
57.0889
57.2166
57.3238
57.4102
57.4754
57.5189
57.5408
54.5862
54.5639
54.5195
54.4531
54.3651
54.2556
54.1254
53.9748
53.8047
53.6159
53.4093
53.1863
52.948
52.6961
52.4323
52.1584
51.8767
51.5895
51.2995
51.0093
50.7221
50.4408
50.1689
49.9095
49.6661
49.4419
49.2401
49.0637
48.9154
48.7975
48.7118
48.6599
48.6425
48.6599
48.7118
48.7975
48.9154
49.0637
49.2401
49.4419
49.6661
49.9095
50.1689
50.4408
50.7221
51.0093
51.2995
51.5895
51.8767
52.1584
52.4323
52.6961
52.948
53.1863
53.4093
53.6159
53.8047
53.9748
54.1254
54.2556
54.3651
54.4531
54.5195
54.5639
54.5862
51.6541
51.6314
51.586
51.5181
51.428
51.3159
51.1824
51.0279
50.8532
50.659
50.4463
50.2162
49.97
49.7093
49.4356
49.1509
48.8575
48.5576
48.2541
47.9497
47.6477
47.3512
47.0638
46.7892
46.5308
46.2924
46.0774
45.8891
45.7305
45.6043
45.5125
45.4568
45.4382
45.4568
45.5125
45.6043
45.7305
45.8891
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-285.074
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-288.116
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-291.15
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-294.199
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  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  0 KSP preconditioned resid norm 3.005729294791e+04 true resid norm 3.005729294791e+04 ||Ae||/||Ax|| 9.486627323288e-05
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
  1 KSP preconditioned resid norm 5.352387062140e-07 true resid norm 8.438016085313e-07 ||Ae||/||Ax|| 2.663191062748e-15
Linear solve converged due to CONVERGED_RTOL
Process [0]
71.0932
71.0721
71.0298
70.9666
70.8829
70.779
70.6555
70.5131
70.3525
70.1748
69.9809
69.7722
69.5501
69.3161
69.072
68.8197
68.5614
68.2993
68.0357
67.7734
67.515
67.2632
67.0208
66.7908
66.5759
66.3787
66.202
66.048
65.919
65.8166
65.7424
65.6974
65.6823
65.6974
65.7424
65.8166
65.919
66.048
66.202
66.3787
66.5759
66.7908
67.0208
67.2632
67.515
67.7734
68.0357
68.2993
68.5614
68.8197
69.072
69.3161
69.5501
69.7722
69.9809
70.1748
70.3525
70.5131
70.6555
70.779
70.8829
70.9666
71.0298
71.0721
71.0932
68.0729
68.0516
68.0091
67.9456
67.8615
67.757
67.6328
67.4896
67.3281
67.1492
66.9541
66.744
66.5203
66.2845
66.0384
65.784
65.5234
65.2588
64.9927
64.7276
64.4664
64.2117
63.9665
63.7336
63.5159
63.3162
63.1371
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62.85
62.7462
62.6709
62.6252
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62.6252
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62.85
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63.1371
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59.8883
59.7536
59.6467
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59.5692
59.6467
59.7536
59.8883
60.0488
60.2328
60.4378
60.661
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61.1506
61.4111
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61.9485
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62.4894
62.7547
63.0133
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60.2529
60.4976
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60.9466
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61.3323
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62.032
62.0755
62.0973
59.1426
59.1204
59.0761
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58.8124
58.6822
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58.3618
58.1731
57.9667
57.7438
57.5057
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56.9902
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56.435
56.148
55.8581
55.5681
55.2809
54.9998
54.728
54.4687
54.2254
54.0013
53.7997
53.6233
53.4751
53.3572
53.2716
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55.2809
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55.8726
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55.4103
55.2162
55.0036
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54.5277
54.267
53.9935
53.709
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53.1161
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52.2066
51.9103
51.6231
51.3485
51.0903
50.8519
50.637
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51.3485
51.6231
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53.709
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54.267
54.5277
54.7737
55.0036
55.2162
55.4103
55.5849
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56.1425
56.1878
56.2105
53.3014
53.2782
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53.1621
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52.9546
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52.2781
52.0582
51.8199
51.5645
51.2932
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50.403
50.088
49.7682
49.4466
49.1265
48.8115
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48.2117
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47.6787
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47.2441
47.0727
46.936
46.8366
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46.7559
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47.2441
47.4472
47.6787
47.9349
48.2117
48.5052
48.8115
49.1265
49.4466
49.7682
50.088
50.403
50.7105
51.0079
51.2932
51.5645
51.8199
52.0582
52.2781
52.4785
52.6585
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52.9546
53.0696
53.1621
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53.2782
53.3014
50.416
50.3921
50.3444
50.2728
50.1776
50.0591
49.9176
49.7535
49.5673
49.3597
49.1315
48.8836
48.6173
48.3337
48.0347
47.722
47.3979
47.0648
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46.0413
45.7038
45.3745
45.0579
44.7584
44.4805
44.2286
44.0071
43.8198
43.6702
43.5612
43.4949
43.4726
43.4949
43.5612
43.6702
43.8198
44.0071
44.2286
44.4805
44.7584
45.0579
45.3745
45.7038
46.0413
46.3832
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47.0648
47.3979
47.722
48.0347
48.3337
48.6173
48.8836
49.1315
49.3597
49.5673
49.7535
49.9176
50.0591
50.1776
50.2728
50.3444
50.3921
50.416
47.555
47.5304
47.4812
47.4075
47.3094
47.1871
47.0408
46.871
46.678
46.4623
46.2248
45.9661
45.6874
45.39
45.0753
44.7453
44.4019
44.0478
43.6858
43.3193
42.9518
42.5876
42.231
41.8868
41.5601
41.2558
40.9793
40.7353
40.5286
40.3631
40.2424
40.1688
40.1442
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40.2424
40.3631
40.5286
40.7353
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41.2558
41.5601
41.8868
42.231
42.5876
42.9518
43.3193
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44.0478
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44.7453
45.0753
45.39
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47.3094
47.4075
47.4812
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44.4656
44.3393
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42.1316
41.782
41.4169
41.0389
40.6509
40.2563
39.8591
39.4636
39.0748
38.698
38.3388
38.0031
37.6968
37.4258
37.1954
37.0107
36.8756
36.7932
36.7656
36.7932
36.8756
37.0107
37.1954
37.4258
37.6968
38.0031
38.3388
38.698
39.0748
39.4636
39.8591
40.2563
40.6509
41.0389
41.4169
41.782
42.1316
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42.7767
43.069
43.3394
43.5872
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44.012
44.188
44.3393
44.4656
44.5669
44.6429
44.6936
44.7189
41.9087
41.8826
41.8303
41.7519
41.6474
41.5168
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40.9695
40.7359
40.4771
40.1939
39.8869
39.5571
39.2057
38.8343
38.4449
38.04
37.6225
37.196
36.7645
36.3329
35.9065
35.4913
35.0937
34.7204
34.3785
34.0749
33.816
33.6078
33.4552
33.3621
33.3308
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33.6078
33.816
34.0749
34.3785
34.7204
35.0937
35.4913
35.9065
36.3329
36.7645
37.196
37.6225
38.04
38.4449
38.8343
39.2057
39.5571
39.8869
40.1939
40.4771
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40.9695
41.1777
41.3602
41.5168
41.6474
41.7519
41.8303
41.8826
41.9087
39.125
39.0981
39.0443
38.9635
38.8557
38.7208
38.5588
38.3696
38.1533
37.9099
37.6398
37.343
37.0203
36.6723
36.3
35.9049
35.4888
35.054
34.6034
34.1407
33.6702
33.1969
32.7269
32.2667
31.8238
31.406
31.0214
30.6785
30.385
30.1483
29.9745
29.8682
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29.9745
30.1483
30.385
30.6785
31.0214
31.406
31.8238
32.2667
32.7269
33.1969
33.6702
34.1407
34.6034
35.054
35.4888
35.9049
36.3
36.6723
37.0203
37.343
37.6398
37.9099
38.1533
38.3696
38.5588
38.7208
38.8557
38.9635
39.0443
39.0981
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36.3686
36.341
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36.2025
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34.8293
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34.1794
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33.4176
32.9969
32.5516
32.0839
31.5966
31.0933
30.5785
30.0577
29.5372
29.0246
28.5284
28.0576
27.6222
27.2319
26.8965
26.625
26.4251
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26.2614
26.3027
26.4251
26.625
26.8965
27.2319
27.6222
28.0576
28.5284
29.0246
29.5372
30.0577
30.5785
31.0933
31.5966
32.0839
32.5516
32.9969
33.4176
33.8121
34.1794
34.5186
34.8293
35.1113
35.3645
35.589
35.7849
35.9523
36.0915
36.2025
36.2857
36.341
36.3686
33.6403
33.612
33.5553
33.4699
33.3558
33.2125
33.0399
32.8375
32.6049
32.3419
32.048
31.723
31.3669
30.9797
30.5617
30.1138
29.6372
29.1338
28.6061
28.0576
27.493
26.918
26.3395
25.766
25.2071
24.6735
24.1769
23.7295
23.3431
23.0291
22.7971
22.6547
22.6067
22.6547
22.7971
23.0291
23.3431
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24.1769
24.6735
25.2071
25.766
26.3395
26.918
27.493
28.0576
28.6061
29.1338
29.6372
30.1138
30.5617
30.9797
31.3669
31.723
32.048
32.3419
32.6049
32.8375
33.0399
33.2125
33.3558
33.4699
33.5553
33.612
33.6403
30.9409
30.9119
30.8539
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30.6496
30.5026
30.3251
30.1166
29.8764
29.6038
29.2983
28.9592
28.586
28.1784
27.7363
27.2599
26.7501
26.2083
25.6366
25.0384
24.4181
23.7818
23.1368
22.4926
21.86
21.2518
20.6819
20.165
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19.3498
19.078
18.9108
18.8544
18.9108
19.078
19.3498
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20.165
20.6819
21.2518
21.86
22.4926
23.1368
23.7818
24.4181
25.0384
25.6366
26.2083
26.7501
27.2599
27.7363
28.1784
28.586
28.9592
29.2983
29.6038
29.8764
30.1166
30.3251
30.5026
30.6496
30.7666
30.8539
30.9119
30.9409
28.2709
28.2414
28.1823
28.0933
27.9739
27.8237
27.6419
27.4278
27.1806
26.8992
26.5826
26.2299
25.84
25.4122
24.9456
24.44
23.8956
23.313
22.6941
22.0415
21.3596
20.6543
19.9334
19.2072
18.4882
17.7912
17.1329
16.5315
16.0059
15.5743
15.2529
15.0545
14.9874
15.0545
15.2529
15.5743
16.0059
16.5315
17.1329
17.7912
18.4882
19.2072
19.9334
20.6543
21.3596
22.0415
22.6941
23.313
23.8956
24.44
24.9456
25.4122
25.84
26.2299
26.5826
26.8992
27.1806
27.4278
27.6419
27.8237
27.9739
28.0933
28.1823
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  0 KSP preconditioned resid norm 2.323895570103e+08 true resid norm 2.323895570103e+08 ||Ae||/||Ax|| 5.690336650352e-01
  0 KSP preconditioned resid norm 2.323895570103e+08 true resid norm 2.323895570103e+08 ||Ae||/||Ax|| 5.690336650352e-01
  0 KSP preconditioned resid norm 2.323895570103e+08 true resid norm 2.323895570103e+08 ||Ae||/||Ax|| 5.690336650352e-01
  0 KSP preconditioned resid norm 2.323895570103e+08 true resid norm 2.323895570103e+08 ||Ae||/||Ax|| 5.690336650352e-01
  1 KSP preconditioned resid norm 3.346785854152e+06 true resid norm 3.346785854152e+06 ||Ae||/||Ax|| 8.195006028572e-03
  1 KSP preconditioned resid norm 3.346785854152e+06 true resid norm 3.346785854152e+06 ||Ae||/||Ax|| 8.195006028572e-03
  1 KSP preconditioned resid norm 3.346785854152e+06 true resid norm 3.346785854152e+06 ||Ae||/||Ax|| 8.195006028572e-03
  1 KSP preconditioned resid norm 3.346785854152e+06 true resid norm 3.346785854152e+06 ||Ae||/||Ax|| 8.195006028572e-03
  2 KSP preconditioned resid norm 4.820123849610e+03 true resid norm 4.820123849597e+03 ||Ae||/||Ax|| 1.180265058097e-05
  2 KSP preconditioned resid norm 4.820123849610e+03 true resid norm 4.820123849597e+03 ||Ae||/||Ax|| 1.180265058097e-05
  2 KSP preconditioned resid norm 4.820123849610e+03 true resid norm 4.820123849597e+03 ||Ae||/||Ax|| 1.180265058097e-05
  2 KSP preconditioned resid norm 4.820123849610e+03 true resid norm 4.820123849597e+03 ||Ae||/||Ax|| 1.180265058097e-05
  3 KSP preconditioned resid norm 1.466152207985e+01 true resid norm 1.466152208369e+01 ||Ae||/||Ax|| 3.590049292063e-08
  3 KSP preconditioned resid norm 1.466152207985e+01 true resid norm 1.466152208369e+01 ||Ae||/||Ax|| 3.590049292063e-08
  3 KSP preconditioned resid norm 1.466152207985e+01 true resid norm 1.466152208369e+01 ||Ae||/||Ax|| 3.590049292063e-08
  3 KSP preconditioned resid norm 1.466152207985e+01 true resid norm 1.466152208369e+01 ||Ae||/||Ax|| 3.590049292063e-08
  4 KSP preconditioned resid norm 1.116987751777e-01 true resid norm 1.116987932656e-01 ||Ae||/||Ax|| 2.735078741473e-10
  4 KSP preconditioned resid norm 1.116987751777e-01 true resid norm 1.116987932656e-01 ||Ae||/||Ax|| 2.735078741473e-10
  4 KSP preconditioned resid norm 1.116987751777e-01 true resid norm 1.116987932656e-01 ||Ae||/||Ax|| 2.735078741473e-10
  4 KSP preconditioned resid norm 1.116987751777e-01 true resid norm 1.116987932656e-01 ||Ae||/||Ax|| 2.735078741473e-10
  5 KSP preconditioned resid norm 8.016466601186e-05 true resid norm 8.013227122691e-05 ||Ae||/||Ax|| 1.962134640234e-13
  5 KSP preconditioned resid norm 8.016466601186e-05 true resid norm 8.013227122691e-05 ||Ae||/||Ax|| 1.962134640234e-13
  5 KSP preconditioned resid norm 8.016466601186e-05 true resid norm 8.013227122691e-05 ||Ae||/||Ax|| 1.962134640234e-13
  5 KSP preconditioned resid norm 8.016466601186e-05 true resid norm 8.013227122691e-05 ||Ae||/||Ax|| 1.962134640234e-13
Linear solve converged due to CONVERGED_RTOL
Process [0]
70.9845
70.9636
70.9217
70.859
70.776
70.673
70.5505
70.4092
70.25
70.0738
69.8816
69.6747
69.4545
69.2226
68.9807
68.7307
68.4748
68.2151
67.9542
67.6945
67.4387
67.1895
66.9498
66.7223
66.5098
66.3149
66.1403
65.9881
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65.7595
65.6862
65.6418
65.6269
65.6418
65.6862
65.7595
65.8606
65.9881
66.1403
66.3149
66.5098
66.7223
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67.1895
67.4387
67.6945
67.9542
68.2151
68.4748
68.7307
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69.2226
69.4545
69.6747
69.8816
70.0738
70.25
70.4092
70.5505
70.673
70.776
70.859
70.9217
70.9636
70.9845
67.9639
67.9429
67.9008
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67.7543
67.6508
67.5276
67.3856
67.2254
67.048
66.8546
66.6463
66.4245
66.1908
65.9469
65.6949
65.4367
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64.9111
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63.8956
63.6653
63.45
63.2526
63.0756
62.9214
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64.9648
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59.5143
59.5908
59.6963
59.8293
59.9878
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40.2019
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30.2018
29.9944
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30.2018
30.3782
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25.1989
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25.1989
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  0 KSP preconditioned resid norm 1.399306616230e+07 true resid norm 1.399306616230e+07 ||Ae||/||Ax|| 3.441528283198e-02
  0 KSP preconditioned resid norm 1.399306616230e+07 true resid norm 1.399306616230e+07 ||Ae||/||Ax|| 3.441528283198e-02
  0 KSP preconditioned resid norm 1.399306616230e+07 true resid norm 1.399306616230e+07 ||Ae||/||Ax|| 3.441528283198e-02
  0 KSP preconditioned resid norm 1.399306616230e+07 true resid norm 1.399306616230e+07 ||Ae||/||Ax|| 3.441528283198e-02
  0 KSP preconditioned resid norm 1.399306616230e+07 true resid norm 1.399306616230e+07 ||Ae||/||Ax|| 3.441528283198e-02
  1 KSP preconditioned resid norm 9.516387654208e+05 true resid norm 9.516387654208e+05 ||Ae||/||Ax|| 2.340510427520e-03
  1 KSP preconditioned resid norm 9.516387654208e+05 true resid norm 9.516387654208e+05 ||Ae||/||Ax|| 2.340510427520e-03
  1 KSP preconditioned resid norm 9.516387654208e+05 true resid norm 9.516387654208e+05 ||Ae||/||Ax|| 2.340510427520e-03
  1 KSP preconditioned resid norm 9.516387654208e+05 true resid norm 9.516387654208e+05 ||Ae||/||Ax|| 2.340510427520e-03
  1 KSP preconditioned resid norm 9.516387654208e+05 true resid norm 9.516387654208e+05 ||Ae||/||Ax|| 2.340510427520e-03
  2 KSP preconditioned resid norm 1.672012246723e+03 true resid norm 1.672012246751e+03 ||Ae||/||Ax|| 4.112234852823e-06
  2 KSP preconditioned resid norm 1.672012246723e+03 true resid norm 1.672012246751e+03 ||Ae||/||Ax|| 4.112234852823e-06
  2 KSP preconditioned resid norm 1.672012246723e+03 true resid norm 1.672012246751e+03 ||Ae||/||Ax|| 4.112234852823e-06
  2 KSP preconditioned resid norm 1.672012246723e+03 true resid norm 1.672012246751e+03 ||Ae||/||Ax|| 4.112234852823e-06
  2 KSP preconditioned resid norm 1.672012246723e+03 true resid norm 1.672012246751e+03 ||Ae||/||Ax|| 4.112234852823e-06
  3 KSP preconditioned resid norm 9.105905260285e+00 true resid norm 9.105905236027e+00 ||Ae||/||Ax|| 2.239554222815e-08
  3 KSP preconditioned resid norm 9.105905260285e+00 true resid norm 9.105905236027e+00 ||Ae||/||Ax|| 2.239554222815e-08
  3 KSP preconditioned resid norm 9.105905260285e+00 true resid norm 9.105905236027e+00 ||Ae||/||Ax|| 2.239554222815e-08
  3 KSP preconditioned resid norm 9.105905260285e+00 true resid norm 9.105905236027e+00 ||Ae||/||Ax|| 2.239554222815e-08
  3 KSP preconditioned resid norm 9.105905260285e+00 true resid norm 9.105905236027e+00 ||Ae||/||Ax|| 2.239554222815e-08
  4 KSP preconditioned resid norm 3.863456505538e-02 true resid norm 3.863455920924e-02 ||Ae||/||Ax|| 9.501986675783e-11
  4 KSP preconditioned resid norm 3.863456505538e-02 true resid norm 3.863455920924e-02 ||Ae||/||Ax|| 9.501986675783e-11
  4 KSP preconditioned resid norm 3.863456505538e-02 true resid norm 3.863455920924e-02 ||Ae||/||Ax|| 9.501986675783e-11
  4 KSP preconditioned resid norm 3.863456505538e-02 true resid norm 3.863455920924e-02 ||Ae||/||Ax|| 9.501986675783e-11
  4 KSP preconditioned resid norm 3.863456505538e-02 true resid norm 3.863455920924e-02 ||Ae||/||Ax|| 9.501986675783e-11
  5 KSP preconditioned resid norm 3.774649063131e-05 true resid norm 3.774854002114e-05 ||Ae||/||Ax|| 9.284074456977e-14
  5 KSP preconditioned resid norm 3.774649063131e-05 true resid norm 3.774854002114e-05 ||Ae||/||Ax|| 9.284074456977e-14
  5 KSP preconditioned resid norm 3.774649063131e-05 true resid norm 3.774854002114e-05 ||Ae||/||Ax|| 9.284074456977e-14
  5 KSP preconditioned resid norm 3.774649063131e-05 true resid norm 3.774854002114e-05 ||Ae||/||Ax|| 9.284074456977e-14
  5 KSP preconditioned resid norm 3.774649063131e-05 true resid norm 3.774854002114e-05 ||Ae||/||Ax|| 9.284074456977e-14
Linear solve converged due to CONVERGED_RTOL
Process [0]
72.7687
72.7477
72.7058
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40.0683
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41.1779
41.5687
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-288.141
-288.141
-288.142
-288.142
-288.142
-288.143
-288.143
-288.143
-288.143
-288.143
-288.143
-288.144
 Time step         1  t=1.56074E-04  dt=1.561E-04  cfl=3.00E-01 cfl_v=9.48E-02
 -------------------------------------------
 c_conv= 2.54E+03 c_visc= 6.07E+02 c_grav= 1.78E+02 c_st= 5.03E+02